**Subject: **does fuzzy bound probability?

**From: **Scott Ferson (*scott@ramas.com*)

**Date: **Tue Nov 21 2000 - 12:05:37 MET

**sorted by:**[ date ] [ thread ] [ subject ] [ author ]**Next message:**Nadine Gisler: "no title"**Previous message:**Masoud Nikravesh: "BISC: L. A. Zadeh; Internet-related problems and applications"**Next in thread:**WSiler@aol.com: "Re: does fuzzy bound probability?"**Reply:**WSiler@aol.com: "Re: does fuzzy bound probability?"**Reply:**Scott Ferson: "Re: does fuzzy bound probability?"**Reply:**Vladik Kreinovich: "Re: does fuzzy bound probability?"**Reply:**Scott Ferson: "Re: does fuzzy bound probability?"

Does anyone know of an appropriate reference for the following

argument? Do you know of arguments for it, or counterexamples?

*> Because (standard) fuzzy arithmetic makes no assumptions about the
*

*> dependence or independence among quantities, it has been suggested
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*> that fuzzy arithmetic might be able to provide bounds on probability
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*> distributions in cases where the dependence among input variables
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*> cannot be specified empirically.
*

Scott Ferson <scott@ramas.com>

Applied Biomathematics

631-751-4350, fax -3435

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